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Working with the Fourier Transform Derivation.
An electrical signal comprises a single triangular pulse, as shown in Figure A4 as a function f(t) against time t.
Derive the Fourier transform of the pulse.
Sketch F(w) giving the positions of the points at which F(w)=0 and the magnitude of F(0).
From equation 6 of the attached, derive equation 7. In the expression for s(v), the natural log does not apply to the term [(v-vo)/(dv/2)]^2 , should just be ln(2).
“Equivalent Widths” Suppose we define for a square-integrable function f(t) and its Fourier transform ….
By OTA: Gustavo Hernandez, MSc
OTA Rating: 4/5
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Fourier series - Find the Fourier series in trigonometric form for f(t) = |sin(pi*t)|. Graph its power spectrum.
If a student's IQ is reported as a Z-SCORE, it would be? - A very bright student is described as having an IQ that is three standard deviations above the mean. If this student's IQ is reported as a z-score, the z-score would be the following.
A. 1µ + 3σ
B. µ + 3
C. cannot be determined from the information given
D. 3
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